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On Traffic Flow on the Arterial Network Model

In: Traffic and Granular Flow '11

Author

Listed:
  • Konstantin K. Glukharev

    (Institute of Machines Science named after A.A. Blagonravov of RAS
    Moscow Institute of Physics and Technology (State University))

  • Nikolay M. Ulyukov

    (Institute of Machines Science named after A.A. Blagonravov of RAS
    Moscow Institute of Physics and Technology (State University))

  • Andrey M. Valuev

    (Institute of Machines Science named after A.A. Blagonravov of RAS
    Moscow Institute of Physics and Technology (State University))

  • Ivan N. Kalinin

    (Institute of Machines Science named after A.A. Blagonravov of RAS
    Moscow Institute of Physics and Technology (State University))

Abstract

The problem of comprehensive model development for traffic flow on a city network is studied. Discrete traffic flow model with a safe distance is introduced and its properties are studied, including queue dynamics and stable modes. Flow properties in closed loops are also studied. Road intersections are decomposed onto primitive elements (uniform lane segments and elementary junctions) and the discrete flow model approach is applied, namely initial and boundary conditions are constructed and model parameters are defined. An arterial network model and topological network types are introduced. Routing is studied for certain network topological types. Computational model for traffic network is created; some simulation results and qualitative conclusions are presented.

Suggested Citation

  • Konstantin K. Glukharev & Nikolay M. Ulyukov & Andrey M. Valuev & Ivan N. Kalinin, 2013. "On Traffic Flow on the Arterial Network Model," Springer Books, in: Valery V. Kozlov & Alexander P. Buslaev & Alexander S. Bugaev & Marina V. Yashina & Andreas Schadsch (ed.), Traffic and Granular Flow '11, edition 127, pages 399-411, Springer.
    • Handle: RePEc:spr:sprchp:978-3-642-39669-4_38
    DOI: 10.1007/978-3-642-39669-4_38
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